One-Dimensional Sinc TheoryIntroduction and Summary Sampling over the Real Line More General Sinc Approximation on R Sinc, Wavelets, Trigonometric and Algebraic Polynomials and QuadraturesSinc Methods on ΓRational Approximation at Sinc PointsPolynomial Methods at Sinc Points

Sinc Convolution-BIE Methods for PDE and IEIntroduction and Summary Some Properties of Green’s FunctionsFree-Space Green’s Functions for PDELaplace Transforms of Green’s FunctionsMulti-Dimensional Convolution Based on SincTheory of Separation of Variables

Frank Stenger is a professor emeritus at theUniversity of Utah, where he received the distinguished research award. One of the leading contributors to the area of numerical analysis, Dr. Stenger is the main developer of Sinc numerical methods and has authored over 160 papers in various journals.